Hamming code - определение. Что такое Hamming code
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Что (кто) такое Hamming code - определение

ERROR CORRECTING HAMMING CODE
Hamming coding; Hamming's code; Hamming matrix; SEC-DED; SECDED; Hamming Code; Single-error correction and double-error detection; Single-error correction, double-error detection; Single error correction and double error detection; Hamming codes
  • 160px
  • Graphical depiction of the four data bits and three parity bits and which parity bits apply to which data bits
  • The same [7,4] example from above with an extra parity bit. This diagram is not meant to correspond to the matrix H for this example.
Найдено результатов: 3350
Hamming code         
<algorithm> Extra, redundant bits added to stored or transmitted data for the purposes of {error detection and correction}. Named after the mathematician Richard Hamming, Hamming codes greatly improve the reliability of data, e.g. from distant space probes, where it is impractical, because of the long transmission delay, to correct errors by requesting retransmission. [Detail? Connection with Hamming Distance?] (2002-07-02)
Richard Hamming         
  • modulo]] 16, in the 16-color system.
AMERICAN MATHEMATICIAN AND INFORMATION THEORIST
Richard W. Hamming; Richard W Hamming; Richard Wesley Hamming; Hamming, Richard Wesley; Hamming, Richard; Richard Hammering; R. W. Hammering
<person> Professor Richard Wesley Hamming (1915-02-11 - 1998-01-07). An American mathematician known for his work in information theory (notably {error detection and correction}), having invented the concepts of Hamming code, Hamming distance, and Hamming window. Richard Hamming received his B.S. from the University of Chicago in 1937, his M.A. from the University of Nebraska in 1939, and his Ph.D. in mathematics from the University of Illinois at Urbana-Champaign in 1942. In 1945 Hamming joined the Manhattan Project at Los Alamos. In 1946, after World War II, Hamming joined the {Bell Telephone Laboratories} where he worked with both Shannon and John Tukey. He worked there until 1976 when he accepted a chair of computer science at the Naval Postgraduate School at Monterey, California. Hamming's fundamental paper on error-detecting and error-correcting codes ("Hamming codes") appeared in 1950. His work on the IBM 650 leading to the development in 1956 of the L2 programming language. This never displaced the workhorse language L1 devised by Michael V Wolontis. By 1958 the 650 had been elbowed aside by the 704. Although best known for error-correcting codes, Hamming was primarily a numerical analyst, working on integrating differential equations and the Hamming spectral window used for smoothing data before Fourier analysis. He wrote textbooks, propounded aphorisms ("the purpose of computing is insight, not numbers"), and was a founder of the ACM and a proponent of open-shop computing ("better to solve the right problem the wrong way than the wrong problem the right way."). In 1968 he was made a fellow of the {Institute of Electrical and Electronics Engineers} and awarded the Turing Prize from the Association for Computing Machinery. The Institute of Electrical and Electronics Engineers awarded Hamming the Emanuel R Piore Award in 1979 and a medal in 1988. http://www-gap.dcs.st-and.ac.uk/Richard Hamminghistory/Mathematicians/Hamming.html. http://zapata.seas.smu.edu/Richard Hamminggorsak/hamming.html. http://webtechniques.com/archives/1998/03/homepage/. [Richard Hamming. Coding and Information Theory. Prentice-Hall, 1980. ISBN 0-13-139139-9]. (2003-06-07)
Hamming, Richard         
  • modulo]] 16, in the 16-color system.
AMERICAN MATHEMATICIAN AND INFORMATION THEORIST
Richard W. Hamming; Richard W Hamming; Richard Wesley Hamming; Hamming, Richard Wesley; Hamming, Richard; Richard Hammering; R. W. Hammering
Hamming distance         
NUMBER OF BITS THAT DIFFER BETWEEN TWO STRINGS
Hamming metric; Substitution distance; Hamming cube; Hamming Distance; Hanning distance; Minimum Hamming distance; Hamming loss
<data> The minimum number of bits that must be changed in order to convert one bit string into another. Named after the mathematician Richard Hamming. [Connection with Hamming code?]. (2002-07-02)
Code (cryptography)         
  • A portion of the "[[Zimmermann Telegram]]" as decrypted by [[British Naval Intelligence]] codebreakers. The word ''Arizona'' was not in the German codebook and had therefore to be split into phonetic syllables.
METHOD USED TO ENCRYPT A MESSAGE
Codetext; Idiot code; One-part code; Two-part code; Cryptography code
In cryptology, a code is a method used to encrypt a message that operates at the level of meaning; that is, words or phrases are converted into something else. A code might transform "change" into "CVGDK" or "cocktail lounge".
Auth-Code         
SPECIAL PASSWORD TO ALLOW DOMAIN NAME TRANSFERS
EPP code; Unique Domain Authentication Identifier; UDAI; EPP transfer code; Transfer secret; EPP codes; Epp code; Epp codes; EPP/auth code; Auth/EPP code; Transfer key; Auth code; Auth-Info Code; Auth-info code
An Auth-Code, also known as an EPP code, authorization code, transfer code, or Auth-Info Code, is a generated passcode required to transfer an Internet domain name between domain registrars; the code is intended to indicate that the domain name owner has authorized the transfer.
Unique Domain Authentication Identifier         
SPECIAL PASSWORD TO ALLOW DOMAIN NAME TRANSFERS
EPP code; Unique Domain Authentication Identifier; UDAI; EPP transfer code; Transfer secret; EPP codes; Epp code; Epp codes; EPP/auth code; Auth/EPP code; Transfer key; Auth code; Auth-Info Code; Auth-info code
The Unique Domain Authentication Identifier (UDAI) is a case-sensitive, eight-character-long "password" which is a randomly generated unique identifier for every Internet NZ domain name (code ".nz").
Quran code         
HYPOTHETICAL MATHEMATICAL CODE IN THE QURAN, DISCOVERED BY RASHAD KHALIFA IN 1974
User:Rilum/Quran Code; Code 19; Quranic code
The term Quran code (also known as Code 19) refers to the claim that the Quranic text contains a hidden mathematically complex code. Advocates think that the code represents a mathematical proof of the divine authorship of the Quran and that it can be used to identify orthographic errors within the Quranic text.
Commercial Code         
WIKIMEDIA DISAMBIGUATION PAGE
Commercial Code; Commercial code (disambiguation)
A published code designed to reduce the total number of words required in a cablegram.
Motion Picture Production Code         
  • The Sign of the Cross]]'' (1932)
  • "Now I know what it feels like to be God!"]]<ref>Teresi, Dick. [https://www.nytimes.com/1998/09/13/books/are-you-mad-doctor.html?pagewanted=2 "Are You Mad, Doctor?"], ''The New York Times'', September 13, 1988; accessed November 24, 2010.</ref>
  • The Great Train Robbery]]''. Scenes where criminals aimed guns at the camera were considered inappropriate by the New York state censor board in the 1920s, and usually removed.<ref>Prince. pg. 24</ref>
  • obscene]], and immoral.
  • Notorious]]'', where he worked around the rule of three-second-kissing by having the two actors break off every three seconds. The whole sequence lasts two and a half minutes.<ref name="mcgmain" />
  • ''Thou Shalt Not'', a 1940 photo by [[Whitey Schafer]] deliberately subverting some of the Code's strictures
AMERICAN FILM STUDIO SELF-CENSORSHIP RULES (1930–1967)
Production code; Hays Office; Hayes Code; Hays code; Hayes code; Hollywood Hays Code; Hollywood Production Code; Hays commission; Hayes Office; Hays Production Code; The Hays Code; Production Code; Hays Purity Code; United States Motion Picture Production Code of 1930; Hays office; Studio Relations Committee; Breen Office; Motion Picture Code; Motion Picture Production Code of 1930; Movie code; Hays Commission; Hays Office Production Code; Production Code of America; Jason Joy; Hay's Code; Motion Picture Production Code
The Motion Picture Production Code was a set of industry guidelines for the self-censorship of content that was applied to most motion pictures released by major studios in the United States from 1934 to 1968. It is also popularly known as the Hays Code, after Will H.

Википедия

Hamming code

In computer science and telecommunication, Hamming codes are a family of linear error-correcting codes. Hamming codes can detect one-bit and two-bit errors, or correct one-bit errors without detection of uncorrected errors. By contrast, the simple parity code cannot correct errors, and can detect only an odd number of bits in error. Hamming codes are perfect codes, that is, they achieve the highest possible rate for codes with their block length and minimum distance of three.Richard W. Hamming invented Hamming codes in 1950 as a way of automatically correcting errors introduced by punched card readers. In his original paper, Hamming elaborated his general idea, but specifically focused on the Hamming(7,4) code which adds three parity bits to four bits of data.

In mathematical terms, Hamming codes are a class of binary linear code. For each integer r ≥ 2 there is a code-word with block length n = 2r − 1 and message length k = 2rr − 1. Hence the rate of Hamming codes is R = k / n = 1 − r / (2r − 1), which is the highest possible for codes with minimum distance of three (i.e., the minimal number of bit changes needed to go from any code word to any other code word is three) and block length 2r − 1. The parity-check matrix of a Hamming code is constructed by listing all columns of length r that are non-zero, which means that the dual code of the Hamming code is the shortened Hadamard code, also known as a Simplex code. The parity-check matrix has the property that any two columns are pairwise linearly independent.

Due to the limited redundancy that Hamming codes add to the data, they can only detect and correct errors when the error rate is low. This is the case in computer memory (usually RAM), where bit errors are extremely rare and Hamming codes are widely used, and a RAM with this correction system is a ECC RAM (ECC memory). In this context, an extended Hamming code having one extra parity bit is often used. Extended Hamming codes achieve a Hamming distance of four, which allows the decoder to distinguish between when at most one one-bit error occurs and when any two-bit errors occur. In this sense, extended Hamming codes are single-error correcting and double-error detecting, abbreviated as SECDED.